Find the volume of a cone
Here given code implementation process.
//C Program
//Find the volume of a cone
#include <stdio.h>
#include <math.h>
//Calculate volume of cone by given r and height
void cone_volume(double r, double h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
double volume = M_PI * (r * r) * h / 3;
//Display result
printf(" Cone Size [ r : %lf h : %lf] ", r, h);
printf("\n Volume : %lf\n\n", volume);
}
int main()
{
//Test Case
cone_volume(5, 3);
cone_volume(9, 5);
cone_volume(4, 6.2);
cone_volume(6.7, 7.3);
return 0;
}
Output
Cone Size [ r : 5.000000 h : 3.000000]
Volume : 78.539816
Cone Size [ r : 9.000000 h : 5.000000]
Volume : 424.115008
Cone Size [ r : 4.000000 h : 6.200000]
Volume : 103.881997
Cone Size [ r : 6.700000 h : 7.300000]
Volume : 343.163496
// Java Program
// Find the volume of a cone
class Cone
{
//Calculate volume of cone by given r and height
public void cone_volume(double r, double h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
double volume = Math.PI * (r * r) * h / 3;
//Display result
System.out.print(" Cone Size [ r : " + r + " h : " + h + "] ");
System.out.print("\n Volume : " + volume + "\n\n");
}
public static void main(String[] args)
{
Cone obj = new Cone();
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
}
}
Output
Cone Size [ r : 5.0 h : 3.0]
Volume : 78.53981633974483
Cone Size [ r : 9.0 h : 5.0]
Volume : 424.11500823462205
Cone Size [ r : 4.0 h : 6.2]
Volume : 103.8819970787025
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.1634959344715
// C++ Program
// Find the volume of a cone
#include<iostream>
#include <math.h>
using namespace std;
class Cone
{
public:
//Calculate volume of cone by given r and height
void cone_volume(double r, double h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
double volume = M_PI *(r *r) *h / 3;
cout << " Cone Size [ r : " << r << " h : " << h << "] ";
cout << "\n Volume : " << volume << "\n\n";
}
};
int main()
{
Cone obj ;
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
return 0;
}
Output
Cone Size [ r : 5 h : 3]
Volume : 78.5398
Cone Size [ r : 9 h : 5]
Volume : 424.115
Cone Size [ r : 4 h : 6.2]
Volume : 103.882
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.163
// C# Program
// Find the volume of a cone
using System;
class Cone
{
//Calculate volume of cone by given r and height
public void cone_volume(double r, double h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
double volume = Math.PI * (r * r) * h / 3;
Console.Write(" Cone Size [ r : " + r + " h : " + h + "] ");
Console.Write("\n Volume : " + volume + "\n\n");
}
public static void Main(String[] args)
{
Cone obj = new Cone();
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
}
}
Output
Cone Size [ r : 5 h : 3]
Volume : 78.5398163397448
Cone Size [ r : 9 h : 5]
Volume : 424.115008234622
Cone Size [ r : 4 h : 6.2]
Volume : 103.881997078702
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.163495934471
<?php
// Php Program
// Find the volume of a cone
class Cone
{
//Calculate volume of cone by given r and height
public function cone_volume($r, $h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
$volume = M_PI *($r *$r) *$h / 3;
//Display result
echo(" Cone Size [ r : ". $r ." h : ". $h ."] ");
echo("\n Volume : ". $volume ."\n\n");
}
}
function main()
{
$obj = new Cone();
//Test Case
$obj->cone_volume(5, 3);
$obj->cone_volume(9, 5);
$obj->cone_volume(4, 6.2);
$obj->cone_volume(6.7, 7.3);
}
main();
Output
Cone Size [ r : 5 h : 3]
Volume : 78.539816339745
Cone Size [ r : 9 h : 5]
Volume : 424.11500823462
Cone Size [ r : 4 h : 6.2]
Volume : 103.8819970787
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.16349593447
// Node Js Program
// Find the volume of a cone
class Cone
{
//Calculate volume of cone by given r and height
cone_volume(r, h)
{
// Formula
// πr²h/3
// Here h is height and r is radius
var volume = Math.PI *(r *r) *h / 3;
//Display result
process.stdout.write(" Cone Size [ r : " + r + " h : " + h + "] ");
process.stdout.write("\n Volume : " + volume + "\n\n");
}
}
function main(args)
{
var obj = new Cone();
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
}
main();
Output
Cone Size [ r : 5 h : 3]
Volume : 78.53981633974483
Cone Size [ r : 9 h : 5]
Volume : 424.11500823462205
Cone Size [ r : 4 h : 6.2]
Volume : 103.8819970787025
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.1634959344715
# Python 3 Program
# Find the volume of a cone
import math
class Cone :
# Calculate volume of cone by given r and height
def cone_volume(self, r, h) :
# Formula
# πr²h/3
# Here h is height and r is radius
volume = math.pi * (r * r) * h / 3
# Display result
print(" Cone Size [ r : ", r ," h : ", h ,"] ", end = "")
print("\n Volume : ", volume ,"\n\n", end = "")
def main() :
obj = Cone()
# Test Case
obj.cone_volume(5, 3)
obj.cone_volume(9, 5)
obj.cone_volume(4, 6.2)
obj.cone_volume(6.7, 7.3)
if __name__ == "__main__": main()
Output
Cone Size [ r : 5 h : 3 ]
Volume : 78.53981633974483
Cone Size [ r : 9 h : 5 ]
Volume : 424.11500823462205
Cone Size [ r : 4 h : 6.2 ]
Volume : 103.8819970787025
Cone Size [ r : 6.7 h : 7.3 ]
Volume : 343.1634959344715
# Ruby Program
# Find the volume of a cone
class Cone
# Calculate volume of cone by given r and height
def cone_volume(r, h)
# Formula
# πr²h/3
# Here h is height and r is radius
volume = Math::PI * (r * r) * h / 3
# Display result
print(" Cone Size [ r : ", r ," h : ", h ,"] ")
print("\n Volume : ", volume ,"\n\n")
end
end
def main()
obj = Cone.new()
# Test Case
obj.cone_volume(5, 3)
obj.cone_volume(9, 5)
obj.cone_volume(4, 6.2)
obj.cone_volume(6.7, 7.3)
end
main()
Output
Cone Size [ r : 5 h : 3]
Volume : 78.53981633974483
Cone Size [ r : 9 h : 5]
Volume : 424.11500823462205
Cone Size [ r : 4 h : 6.2]
Volume : 103.8819970787025
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.1634959344715
// Scala Program
// Find the volume of a cone
class Cone
{
//Calculate volume of cone by given r and height
def cone_volume(r: Double, h: Double): Unit = {
// Formula
// πr²h/3
// Here h is height and r is radius
var volume: Double = Math.PI * (r * r) * h / 3;
//Display result
print(" Cone Size [ r : " + r + " h : " + h + "] ");
print("\n Volume : " + volume + "\n\n");
}
}
object Main
{
def main(args: Array[String]): Unit = {
var obj: Cone = new Cone();
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
}
}
Output
Cone Size [ r : 5.0 h : 3.0]
Volume : 78.53981633974483
Cone Size [ r : 9.0 h : 5.0]
Volume : 424.11500823462205
Cone Size [ r : 4.0 h : 6.2]
Volume : 103.8819970787025
Cone Size [ r : 6.7 h : 7.3]
Volume : 343.1634959344715
// Swift Program
// Find the volume of a cone
class Cone
{
//Calculate volume of cone by given r and height
func cone_volume(_ r: Double, _ h: Double)
{
// Formula
// πr²h/3
// Here h is height and r is radius
let volume: Double = Double.pi * (r * r) * h / 3;
//Display result
print(" Cone Size [ r : ", r ," h : ", h ,"] ");
print(" Volume : ", volume ,"\n");
}
}
func main()
{
let obj: Cone = Cone();
//Test Case
obj.cone_volume(5, 3);
obj.cone_volume(9, 5);
obj.cone_volume(4, 6.2);
obj.cone_volume(6.7, 7.3);
}
main();
Output
Cone Size [ r : 5.0 h : 3.0 ]
Volume : 78.5398163397448
Cone Size [ r : 9.0 h : 5.0 ]
Volume : 424.115008234622
Cone Size [ r : 4.0 h : 6.2 ]
Volume : 103.881997078702
Cone Size [ r : 6.7 h : 7.3 ]
Volume : 343.163495934471
Please share your knowledge to improve code and content standard. Also submit your doubts, and test case. We improve by your feedback. We will try to resolve your query as soon as possible.
New Comment